diff --git a/README.md b/README.md index 7dc5a08..2899c2e 100644 --- a/README.md +++ b/README.md @@ -9,7 +9,36 @@ Inputs>>> [1, 2, 3, 4, 5], 2 Output>>> [4, 5, 1, 2, 3] Inputs>>> [1, 2, 3, 4, 5], -2 Output>>> [3, 4, 5, 1, 2] -``` +### solution 1 +def rightRotate(lists, num): + output_list = [] + + + for item in range(len(lists) - num, len(lists)): + output_list.append(lists[item]) + + + for item in range(0, len(lists) - num): + output_list.append(lists[item]) + + print(output_list) + + +def list_input(): + rotate_num=int(input('enter ther rotate number')) + + + y=[] + while True: + x=(input('enter the elements of the list and entery y to exist the litst')) + if x=='y': + break + else: + y.append(int(x)) + + + rightRotate(y, rotate_num) +list_input() ### 2. @@ -20,7 +49,24 @@ Example Input >>> "This is a sample text with several words This is more sample text with some different words" Output >>> [('a', 4), ('d', 3), ('e', 10), ('f', 2), ('h', 4), ('i', 7), ('l', 3), ('m', 4), ('n', 1), ('o', 4), ('p', 2), ('r', 5), ('s', 10), ('t', 9), ('v', 1), ('w', 4), ('x', 2)] -``` + +### solution 2 +def count_starts(): + text=str(input('enter the text')) + new_list=[] + for word in range(len(text)): + for letter in text[word]: + if letter[0]=='': + new_list.append(None) + else: + new_list.append(letter[0]) + + new_dict= {x:new_list.count(x) for x in new_list} + + + print (new_dict) +count_starts() + ### 3. @@ -38,7 +84,38 @@ Example Input1>>> "sharp" Input2>>> "soap" Output>>> ['aps', 'hr', 'o'] -``` +#### solution 3 + +def fun(): + + l1=[] + l2=[] + str1='' + str2=str(input('enter the first word')) + str3=str(input('enter the second word')) + l1[:]=str2 + l2[:]=str3 + set1=set(l1) + set2=set(l2) + t1=set1&set2 + t11=list(t1) + t11.sort + t2=set1-set2 + t21=list(t2) + t21.sort() + t3=set2-set1 + t31=list(t3) + t31.sort() + for i in [t11,t21,t31]: + for j in i: + j+=str1 + + print(j,end='') + print() + +fun() + + ### 4. A palindromical prime number is a prime number that reads the same when reversed. @@ -50,4 +127,43 @@ Input1>>> some_function(2, 3, 4) Output1>>> the nearest palindromical prime number less than 24 Input2>>> some_function(31, 77, 99) Output2>>> the nearest palindromical prime number less than 236,313 -``` +### solution 4 +def rome(x,y,w): + m=x*w*y + set1=[] + set2=[] + for i in range(2,m): + set1.append(i) + #print(set1) + for i in set1: + rev=int(str(i)[::-1]) + if rev==i: + set2.append(i) + #print(set2) + z=len(set2) + #print(z) + #print(set2[z-1]) + + set=[] + for num in set2: + if num > 1: + + for i in range(2, int(num/2)+1): + + if (num % i) == 0: + pass + break + else: + set.append(num) + print(set) + else: + pass + z=len(set) + print(set[z-1]) +def rome2(): + x=int(input('enter the first arguemnt ')) + y=int(input('enter the second arguemnt ')) + w=int(input('enter the third arguemnt ')) + rome(x,y,w) + +rome2()